Feedback Control Systems 1 (32.78 KiB) Viewed 29 times
Feedback Control Systems 2 (31.1 KiB) Viewed 29 times
TASK#1(i): For the system shown below, U RO OY Sensor H(s) Where 64 H(s) = 1, De(s) = K, G(s) = s3 + 14s² + 56s + 64 Find the value of K at imaginary (jo) cross over and values of roots at that point using: a) RH Criterion (by hand) b) RL (using MATLAB 'rltool' command) c) Also obtain the corresponding Step response in MATLAB without using step command (Hint: Use SISO tool Analyzer) Controller D.(s) Plant G(s)
TASK#1(ii): For the 2nd Order system shown below, r (1) K 1 s(s+1) y (1) The client requirements are System should be stable Overshoot Mp ≤ 16% Rise time t, ≤ 3.6 sec (a) Design a Proportional Controller that meets the requirements of the client. (b) Validate that the designed controller really meets the client requirements
Join a community of subject matter experts. Register for FREE to view solutions, replies, and use search function. Request answer by replying!